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SymmetricPolynomial   (Built-in Mathematica Symbol)
SymmetricPolynomial[k, {x_1, ..., x_n}] gives the k\[Null]^th elementary symmetric polynomial in the variables x_1, ..., x_n.
Linear Programming   (Mathematica Tutorial)
Linear programming problems are optimization problems where the objective function and constraints are all linear. Mathematica has a collection of algorithms for solving ...
Benchmarking Package   (Benchmarking Package Tutorial)
This package contains functions for measuring the performance of Mathematica on your computer and for producing a comparison report that includes benchmark results for other ...
Structural Operations on Polynomials   (Mathematica Tutorial)
Structural operations on polynomials. Here is a polynomial in one variable. Expand expands out products and powers, writing the polynomial as a simple sum of terms.
VectorFieldPlots`   (Mathematica Compatibility Information)
As of Version 7, the Vector Field Plotting Package has been integrated into the Mathematica kernel.
Rigid Body Solvers   (Mathematica Tutorial)
The equations of motion for a free rigid body whose center of mass is at the origin are given by the following Euler equations (see [MR99]). Two quadratic first integrals of ...
MultivariatePoissonDistribution   (Built-in Mathematica Symbol)
MultivariatePoissonDistribution[\[Mu]_0, {\[Mu]_1, \[Mu]_2, \ ...}] represents a multivariate Poisson distribution with mean vector {\[Mu]_0 + \[Mu]_1, \[Mu]_0 + \[Mu]_2, ...
QuantilePlot   (Built-in Mathematica Symbol)
QuantilePlot[list] generates a plot of quantiles of list against the quantiles of a normal distribution.QuantilePlot[dist] generates a plot of quantiles of the distribution ...
Degree   (Built-in Mathematica Symbol)
Degree gives the number of radians in one degree. It has a numerical value of \[Pi]/180.
Permutation Lists   (Mathematica Tutorial)
A possible way of working with permutations is by relating them to the reorderings of the elements of a list. This is the standard point of view in the combinatorial approach ...
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